M Series
The M-series establishes the foundational scalar–conformal NUVO framework: the scalar geometry, variational structure, structural capacity interpretation, support sector, exchange sector, loop/bundle ontology, weak-limit field structure, and scalar modulation composition. It functions as the main mathematical foundation on which later sectoral reductions are built.
Q Series
The Q-series develops the exchange-cycle and closure sector, showing how admissible return structure, closure action, dynamic loops, hydrogenic spectra, matter-wave coherence, transport-derived phase, and Schrödinger-type representations emerge from scalar–conformal transport without starting from quantum postulates.
QB Series
The QB-series bridges the Q-series transport-closure framework to the formal structure of quantum mechanics, deriving complex state representation, operator/event structure, quadratic weighting, coherence-gated frequencies, and the correspondence with quantum measurement.
QM Series
The QM-series should be treated as the explicit quantum-mechanical correspondence layer: it translates the closure, coherence, state, operator, and weighting structures developed in Q/QB into recognizable quantum-mechanical form while preserving the NUVO interpretation that these are emergent representations rather than primitive postulates.
SR Series
The SR-series develops the relativistic/inertial correspondence of scalar–conformal NUVO space, showing how uniform scalar geometry recovers special-relativistic kinematics, how internal loop circulation yields time dilation, and how acceleration corresponds to structural adjustment beyond steady inertial transport.